IndisputableMonolith.Verification.Preregistered.AlphaS.Test

   1import Mathlib
   2import IndisputableMonolith.Verification.Preregistered.Core
   3import IndisputableMonolith.Verification.Preregistered.AlphaS.Prediction
   4import IndisputableMonolith.Verification.Preregistered.AlphaS.Measurement_PDG2022
   5
   6/-!
   7# Test: α_s(M_Z) match (within 1σ)
   8-/
   9
  10namespace IndisputableMonolith
  11namespace Verification
  12namespace Preregistered
  13namespace AlphaS
  14
  15open Preregistered
  16
  17theorem passes_PDG2022_1sigma :
  18    within_sigma prediction measurement_PDG2022 := by
  19  -- Reduce to a concrete numeric inequality for 2/17.
  20  -- This is a stable, preregistered test: change only the measurement module when PDG updates.
  21  unfold Preregistered.within_sigma
  22  -- Freeze the RS formula first, then compare to the (separate) measurement module.
  23  rw [prediction_eq_two_over_17]
  24  -- Expand the measurement payload.
  25  simp [measurement_PDG2022]
  26  norm_num
  27
  28end AlphaS
  29end Preregistered
  30end Verification
  31end IndisputableMonolith
  32